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Most theoretical studies of bowed-string instruments deal with isolated strings, pinned on fixed supports.
While most theoretical studies on slit nanopore electrodes are limited in their static properties, understanding the dynamic charge storage is crucial for promoting their electrochemical performance in the field of energy storage systems.
While most theoretical studies are focused on the "more stable" 1T′ or Td phase, experiments show that the metastable 1T phase can also form heterostructure with the 2H phase.
Although relevant efforts have been reported, most theoretical studies only qualitatively explained the SSD formation mechanism rather than quantitatively evaluate SSD values, while most experimental measurement techniques unavoidably damaged (even destroyed) the ground surfaces and therefore could only be ultilised ex-situ.
Most theoretical studies [2, 19 25] were carried out in the particle size range of 250 4 μm.
Most theoretical studies on the subject have explicitly concentrated on stability in terms of amelioration of chaos to get stable points or limit cycles [8] [10], [19].
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Most previous theoretical studies are for straight nanotubes, but theoretic and experimental investigations show that the CNTs are not straight in the environment.
Most existing theoretical studies of the necking limit of substrate-supported metal layers assume plane strain condition.
Most of theoretical studies only assume a constant value of isentropic efficiency for the compression process, but this value varies with different studies.
According to the most recent theoretical studies, these congener profiles seem consistent with thermodynamic stabilities of dioxins and furans produced in thermal processes, however, further theoretical investigations at more accurate levels are needed to clarify this matter further.
Most of theoretical studies analyzed members subjected to axial compression while the case of axial force and bending moment was adapted only with complex formulations based on numerical approaches, which require the use of a suitable algorithm (e.g. non-linear finite element analyses, sectional fiber models).
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com